G. Turnes Palomino*, M. R. Llop Carayol and C. Otero Areán
Departamento de Química, Universidad de las Islas Baleares, 07122 Palma de Mallorca, Spain. E-mail: g.turnes@uib.es; Fax: +34 971 173426; Tel: +34 971 173250
First published on 21st June 2006
By means of variable-temperature FTIR spectroscopy, the standard adsorption enthalpy of hydrogen on the zeolite (Mg,Na)-Y was found to be ΔH° = −17.5 kJ mol−1, which suggests that magnesium-containing porous materials are good candidates in the search for suitable adsorbents for reversible hydrogen storage.
Besides maximum uptake, the strength of the gas–solid interaction is another important parameter to consider. For an optimum delivery cycle the adsorption enthalpy (ΔH°) should be neither too low (so as to enhance storage) nor tho high (to facilitate release); an optimum value of ΔH° = −15 kJ mol−1 has recently been proposed.12 To our knowledge, reported values of the standard adsorption enthalpy of hydrogen on zeolites go from about −5 to −10 kJ mol−1; the smaller of these values corresponds to alkali-metal-exchanged ferrierite,13,14 and the largest to protonic chabazite3 and the MFI-type zeolite Na-ZSM-5.15 On the other hand, from adsorption isotherms recorded at 77 and at 87 K, an isosteric heat of adsorption in the range of 7.0–9.5 kJ mol−1 was recently derived16 for H2 adsorption on an aryldicarboxylate-bridged framework incorporating Mg2+ ions. We report here on hydrogen adsorption on the faujasite-type (Mg,Na)-Y zeolite, which was found to show a significantly higher hydrogen adsorption enthalpy.
The zeolite sample used was prepared from Na-Y (synthesized by standard methods) by repeated ion exchange with a 0.5 M aqueous solution of magnesium nitrate, and checked by powder X-ray diffraction. For infrared (IR) spectroscopic measurements (see below) a thin, self-supported wafer of the zeolite sample was prepared and outgassed in a dynamic vacuum (residual pressure <10−4 mbar) for 3 h at 700 K, inside the IR cell17 which allowed in situ sample outgassing, gas dosage and variable-temperature IR spectroscopy to be carried out. After recording the background spectrum of the zeolite wafer at liquid nitrogen temperature, the IR cell was dosed with hydrogen and closed. IR spectra were then recorded (at 3 cm−1 resolution) at several fixed temperatures within the range of 120–150 K, while simultaneously registering the sample temperature and hydrogen equilibrium pressure inside the cell.
Variable-temperature IR spectroscopy was recently shown18 to be a convenient method for measuring gas-adsorption heats, particularly when a small gas–solid interaction energy is involved; which makes adsorption calorimetry difficult to be performed at the required accuracy level. In essence, the basis of the spectroscopic method is as follows. At any given temperature, the integrated intensity of a characteristic IR absorption band (of the adsorbed molecule) should be proportional to the fractional coverage, θ, thus giving information on the activity (in the thermodynamic sense) of the adsorbed species; simultaneously, the equilibrium pressure gives the activity of the gas phase. Hence, the corresponding adsorption equilibrium constant, k, can be determined, and the variation of k with temperature leads to the corresponding value of adsorption enthalpy. Integrated IR absorbance, A, temperature, T, and hydrogen equilibrium pressure, p, are interrelated by the Langmuir-type equation:
θ = A/AM= k(T) p/[1 + k(T)p] | (1) |
k(T) = exp(−ΔH°/RT)exp(ΔS°/R) | (2) |
ln[A/(AM − A)p] = (−ΔH°/RT) + (ΔS°/R) | (3) |
Fig. 1 shows variable-temperature FTIR spectra, in the H–H stretching region, of hydrogen adsorbed on the zeolite sample under study. A single H–H stretching band is seen, centred at 4056 cm−1. This band corresponds to the dihydrogen molecule polarized by Mg2+ ions. Polarization renders IR-active the fundamental H–H stretching mode, which is only Raman-active (at 4163 cm−1) for the free H2 molecule. Additional (much weaker) bands were also seen at 4117 and 4124 cm−1 (not shown), and assigned to hydrogen interacting with Na+ ions.20 These latter bands come from an incomplete ion exchange of Mg2+ for Na+, but they are of no concern here. Fig. 2 shows the plot of the left-hand side of eqn. (3)versus the reciprocal temperature for the IR spectra depicted in Fig. 1. From the linear plot in Fig. 2, the standard adsorption enthalpy of hydrogen was determined to be ΔH° = −17.5 (±1) kJ mol−1. This value is considerably higher than those previously reported13–15 for hydrogen adsorption on alkali-metal-exchanged zeolites; it is about 20× higher than the liquefaction enthalpy of hydrogen, which is 0.9 kJ mol−1 (at 20.45 K). Previous theoretical calculations21 showed that the H2 interaction with alkali-metal cations is dominated by the polarization contribution. Hence, the high ΔH° value found for H2 on (Mg,Na)-Y should be attributed to the high polarizing power of the Mg2+ ion. A value of the adsorption enthalpy as high as −17.5 kJ mol−1 should facilitate hydrogen storage in cryogenically cooled vessels, and suggests that a further search for porous materials containing magnesium can be highly fruitful. In particular, attention is drawn to magnesium-containing metal–organic frameworks; this is because these materials offer good chances for tailored design of pore structures,22 and hydrogen uptake in some of them was recently reported23 to be as high as 7.5 wt%.
Fig. 1 Variable-temperature FTIR spectra (zeolite blank subtracted) of hydrogen adsorbed on (Mg,Na)-Y. Temperature, in K, and pressure (mbar, in brackets) are as shown. |
Fig. 2 Plot of the left-hand side of eqn. (3) against reciprocal temperature for the spectra shown in Fig. 1. R, linear regression coefficient; and SD, standard deviation. |
This journal is © The Royal Society of Chemistry 2006 |